Diagrams (4246 to 4270 of 5537)

Source	Date (min⁠–⁠max)	Aristotelian Family	B.C. (min⁠–⁠max)	Geometric Shape
The Hexagon of Paintings, p. 385, by Chantilly, Catherine; Beziau, Jean-Yves	2017	Jacoby-Sesmat-Blanché Sigma-3	3	Hexagon
The Hexagon of Paintings, p. 385, by Chantilly, Catherine; Beziau, Jean-Yves	2017	Jacoby-Sesmat-Blanché Sigma-3	3	Hexagon
The Hexagon of Paintings, p. 386, by Chantilly, Catherine; Beziau, Jean-Yves	2017	Jacoby-Sesmat-Blanché Sigma-3	3	Hexagon
Possibility and Necessity in the Philosophy of Peter Abelard, p. 110, by Binini, Irene	2017	Classical Sigma-2	3	Rectangle
Possibility and Necessity in the Philosophy of Peter Abelard, p. 110, by Binini, Irene	2017	Classical Sigma-2	3	Rectangle
From the Structures of Opposition Between Similarity and Dissimilarity Indicators to Logical Proportions. A General Representation Setting for Capturing Homogeneity and Heterogeneity, p. 283, by Prade, Henri; Richard, Gilles	2017	Classical Sigma-2	3	Rectangle
From the Structures of Opposition Between Similarity and Dissimilarity Indicators to Logical Proportions. A General Representation Setting for Capturing Homogeneity and Heterogeneity, p. 283, by Prade, Henri; Richard, Gilles	2017	Keynes-Johnson Sigma-4	7	Cube
From the Structures of Opposition Between Similarity and Dissimilarity Indicators to Logical Proportions. A General Representation Setting for Capturing Homogeneity and Heterogeneity, p. 284, by Prade, Henri; Richard, Gilles	2017	Keynes-Johnson Sigma-4	7	Cube
Thinking about Contradictions. The Imaginary Logic of Nikolai Aleksandrovich Vasil'ev, p. 38, by Raspa, Venanzio	2017	Classical Sigma-2	3	Rectangle
Thinking about Contradictions. The Imaginary Logic of Nikolai Aleksandrovich Vasil'ev, p. 43, by Raspa, Venanzio	2017	Contrariety 3-clique	3	Triangle
On the relation between possibilistic logic and modal logics of belief and knowledge, p. 216, by Banerjee, Mohua; Dubois, Didier; Godo, Lluis; Prade, Henri	2017	Classical Sigma-2	3	Rectangle
On the relation between possibilistic logic and modal logics of belief and knowledge, p. 217, by Banerjee, Mohua; Dubois, Didier; Godo, Lluis; Prade, Henri	2017	Classical Sigma-2	3	Rectangle
Avicenna on the Opposition of Conditional Proposition, p. 210, by Daşdemir, Yusuf	2017	Classical Sigma-2	3	Rectangle
The Modal Octagon and John Buridan's Modal Ontology, p. 43, by Johnston, Spencer	2017	Buridan Sigma-4	6	Rectangle
Possibility, Contingency and the Hexagon of Modalities, p. 281, by Beziau, Jean-Yves	2017	Classical Sigma-2	3	Rectangle
Possibility, Contingency and the Hexagon of Modalities, p. 281, by Beziau, Jean-Yves	2017	Contrariety 3-clique	3–4	Triangle
Possibility, Contingency and the Hexagon of Modalities, p. 283, by Beziau, Jean-Yves	2017	Jacoby-Sesmat-Blanché Sigma-3	3	Hexagon
Possibility, Contingency and the Hexagon of Modalities, p. 284, by Beziau, Jean-Yves	2017	Jacoby-Sesmat-Blanché Sigma-3	3	Hexagon
Symmetric Properties of the Syllogistic System Inherited from the Square of Opposition, p. 83, by Kumova, Bora I.	2017	Classical Sigma-2	3	Square
The Square of Opposition Interpreted with a Decidable Modal Logic, p. 106, by Weingartner, Paul	2017	Classical Sigma-2	3	Square
The Square of Opposition Interpreted with a Decidable Modal Logic, p. 114, by Weingartner, Paul	2017	Classical Sigma-2	3	Rectangle
Why Care beyond the Square? Classical and Extended Shapes of Oppositions in Their Application to "Introspective Disputes", p. 334, by Fink, Sascha Benjamin	2017	Buridan Sigma-4	6	Octagon
Why Care beyond the Square? Classical and Extended Shapes of Oppositions in Their Application to "Introspective Disputes", p. 328, by Fink, Sascha Benjamin	2017	Classical Sigma-2	3	Square
Fuzzy Eubouliatic Logic: A Fuzzy Version of Anderson’s Logic of Prudence, p. 318, by Lokhorst, Gert-Jan C.	2017	Classical Sigma-2	3	Rectangle
Fuzzy Eubouliatic Logic: A Fuzzy Version of Anderson’s Logic of Prudence, p. 318, by Lokhorst, Gert-Jan C.	2017	Classical Sigma-2	3	Rectangle